(* Content-type: application/vnd.wolfram.mathematica *)

(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)

(* CreatedBy='Mathematica 10.3' *)

(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[       158,          7]
NotebookDataLength[    196968,       3441]
NotebookOptionsPosition[    196488,       3420]
NotebookOutlinePosition[    196869,       3437]
CellTagsIndexPosition[    196826,       3434]
WindowFrame->Normal*)

(* Beginning of Notebook Content *)
Notebook[{
Cell[BoxData[{
 RowBox[{
  RowBox[{"R", "=", "1.02"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"RH", "=", "1.03"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"\[Lambda]", "=", "0.05"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"RL", "=", 
   RowBox[{
    RowBox[{"(", 
     RowBox[{"R", "-", 
      RowBox[{
       RowBox[{"(", 
        RowBox[{"1", "-", "\[Lambda]"}], ")"}], "RH"}]}], ")"}], "/", 
    "\[Lambda]"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"\[Sigma]", "=", 
   RowBox[{
    RowBox[{"(", 
     RowBox[{
      RowBox[{"\[Lambda]", 
       RowBox[{
        RowBox[{"(", 
         RowBox[{"RL", "-", "R"}], ")"}], "^", "2"}]}], "+", 
      RowBox[{
       RowBox[{"(", 
        RowBox[{"1", "-", "\[Lambda]"}], ")"}], 
       RowBox[{
        RowBox[{"(", 
         RowBox[{"RH", "-", "R"}], ")"}], "^", "2"}]}]}], ")"}], "^", 
    RowBox[{"(", 
     RowBox[{"1", "/", "2"}], ")"}]}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"er", "=", 
   RowBox[{"RL", "/", "RH"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"\[Gamma]", "=", "3.5"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"w", "=", "1"}], ";"}]}], "Input",
 CellChangeTimes->{{3.7096284492458277`*^9, 3.709628451917201*^9}, {
  3.709628592741782*^9, 3.709628601148715*^9}}],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[Alpha]rowplot", "[", 
   RowBox[{"\[Eta]_", ",", "\[Tau]_"}], "]"}], ":=", 
  RowBox[{"(", 
   RowBox[{
    RowBox[{"(", 
     RowBox[{
      RowBox[{
       SuperscriptBox["R", "2"], " ", 
       SuperscriptBox["RH", "2"]}], "-", 
      RowBox[{"4", " ", "R", " ", 
       SuperscriptBox["RH", "2"], " ", "w", " ", "\[Gamma]", " ", 
       SuperscriptBox["\[Sigma]", "2"]}], "+", 
      RowBox[{"4", " ", 
       SuperscriptBox["RH", "2"], " ", 
       SuperscriptBox["w", "2"], " ", 
       SuperscriptBox["\[Gamma]", "2"], " ", 
       SuperscriptBox["\[Sigma]", "4"]}], "+", 
      RowBox[{"4", " ", 
       SuperscriptBox["RH", "2"], " ", "\[Gamma]", " ", 
       SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}], "-", 
      RowBox[{"8", " ", 
       SuperscriptBox["\[Gamma]", "2"], " ", 
       SuperscriptBox["\[Sigma]", "4"], " ", 
       SuperscriptBox["\[Tau]", "2"]}], "-", 
      RowBox[{"R", " ", 
       SuperscriptBox["RH", "2"], " ", 
       SqrtBox[
        RowBox[{
         SuperscriptBox[
          RowBox[{"(", 
           RowBox[{"R", "-", 
            RowBox[{"2", " ", "w", " ", "\[Gamma]", " ", 
             SuperscriptBox["\[Sigma]", "2"]}]}], ")"}], "2"], "+", 
         RowBox[{"8", " ", "\[Gamma]", " ", 
          SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}]}]]}], "+", 
      RowBox[{"2", " ", 
       SuperscriptBox["RH", "2"], " ", "w", " ", "\[Gamma]", " ", 
       SuperscriptBox["\[Sigma]", "2"], " ", 
       SqrtBox[
        RowBox[{
         SuperscriptBox[
          RowBox[{"(", 
           RowBox[{"R", "-", 
            RowBox[{"2", " ", "w", " ", "\[Gamma]", " ", 
             SuperscriptBox["\[Sigma]", "2"]}]}], ")"}], "2"], "+", 
         RowBox[{"8", " ", "\[Gamma]", " ", 
          SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}]}]]}]}], ")"}], "/", 
    RowBox[{"(", 
     RowBox[{
      RowBox[{
       SuperscriptBox["R", "2"], " ", 
       SuperscriptBox["RH", "2"]}], "-", 
      RowBox[{"4", " ", "R", " ", 
       SuperscriptBox["RH", "2"], " ", "w", " ", "\[Gamma]", " ", 
       SuperscriptBox["\[Sigma]", "2"]}], "+", 
      RowBox[{"4", " ", 
       SuperscriptBox["RH", "2"], " ", 
       SuperscriptBox["w", "2"], " ", 
       SuperscriptBox["\[Gamma]", "2"], " ", 
       SuperscriptBox["\[Sigma]", "4"]}], "+", 
      RowBox[{"4", " ", 
       SuperscriptBox["RH", "2"], " ", "\[Gamma]", " ", 
       SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}], "+", 
      RowBox[{"8", " ", "RH", " ", "w", " ", 
       SuperscriptBox["\[Gamma]", "2"], " ", "\[Eta]", " ", 
       SuperscriptBox["\[Sigma]", "4"], " ", "\[Tau]"}], "-", 
      RowBox[{"16", " ", 
       SuperscriptBox["\[Gamma]", "2"], " ", "\[Eta]", " ", 
       SuperscriptBox["\[Sigma]", "4"], " ", 
       SuperscriptBox["\[Tau]", "2"]}], "-", 
      RowBox[{"R", " ", 
       SuperscriptBox["RH", "2"], " ", 
       SqrtBox[
        RowBox[{
         SuperscriptBox[
          RowBox[{"(", 
           RowBox[{"R", "-", 
            RowBox[{"2", " ", "w", " ", "\[Gamma]", " ", 
             SuperscriptBox["\[Sigma]", "2"]}]}], ")"}], "2"], "+", 
         RowBox[{"8", " ", "\[Gamma]", " ", 
          SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}]}]]}], "+", 
      RowBox[{"2", " ", 
       SuperscriptBox["RH", "2"], " ", "w", " ", "\[Gamma]", " ", 
       SuperscriptBox["\[Sigma]", "2"], " ", 
       SqrtBox[
        RowBox[{
         SuperscriptBox[
          RowBox[{"(", 
           RowBox[{"R", "-", 
            RowBox[{"2", " ", "w", " ", "\[Gamma]", " ", 
             SuperscriptBox["\[Sigma]", "2"]}]}], ")"}], "2"], "+", 
         RowBox[{"8", " ", "\[Gamma]", " ", 
          SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}]}]]}]}], ")"}]}], 
   ")"}]}]], "Input",
 CellChangeTimes->{{3.70962690987724*^9, 3.7096269412359343`*^9}, 
   3.7096273988505497`*^9, 3.709627715537863*^9, {3.709628404607212*^9, 
   3.709628406877716*^9}}],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[Alpha]mplot", "[", 
   RowBox[{"\[Eta]_", ",", "\[Tau]_"}], "]"}], ":=", 
  FractionBox[
   RowBox[{
    RowBox[{
     SuperscriptBox["R", "2"], " ", 
     SuperscriptBox["RH", "2"]}], "-", 
    RowBox[{"2", " ", "R", " ", 
     SuperscriptBox["RH", "2"], " ", "w", " ", "\[Gamma]", " ", 
     SuperscriptBox["\[Sigma]", "2"]}], "+", 
    RowBox[{"4", " ", 
     SuperscriptBox["RH", "2"], " ", "\[Gamma]", " ", 
     SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}], "+", 
    RowBox[{"8", " ", "RH", " ", "w", " ", 
     SuperscriptBox["\[Gamma]", "2"], " ", 
     SuperscriptBox["\[Sigma]", "4"], " ", "\[Tau]"}], "-", 
    RowBox[{"8", " ", 
     SuperscriptBox["\[Gamma]", "2"], " ", 
     SuperscriptBox["\[Sigma]", "4"], " ", 
     SuperscriptBox["\[Tau]", "2"]}], "-", 
    RowBox[{"R", " ", 
     SuperscriptBox["RH", "2"], " ", 
     SqrtBox[
      RowBox[{
       SuperscriptBox[
        RowBox[{"(", 
         RowBox[{"R", "-", 
          RowBox[{"2", " ", "w", " ", "\[Gamma]", " ", 
           SuperscriptBox["\[Sigma]", "2"]}]}], ")"}], "2"], "+", 
       RowBox[{"8", " ", "\[Gamma]", " ", 
        SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}]}]]}]}], 
   RowBox[{
    SuperscriptBox["RH", "2"], " ", 
    RowBox[{"(", 
     RowBox[{
      SuperscriptBox["R", "2"], "+", 
      RowBox[{"4", " ", "\[Gamma]", " ", 
       RowBox[{"(", 
        RowBox[{"1", "+", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{
            RowBox[{"-", "1"}], "+", "er"}], ")"}], " ", "\[Lambda]"}]}], 
        ")"}], " ", 
       SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}], "-", 
      RowBox[{"R", " ", 
       RowBox[{"(", 
        RowBox[{
         RowBox[{"2", " ", "w", " ", "\[Gamma]", " ", 
          SuperscriptBox["\[Sigma]", "2"]}], "+", 
         SqrtBox[
          RowBox[{
           SuperscriptBox["R", "2"], "-", 
           RowBox[{"4", " ", "R", " ", "w", " ", "\[Gamma]", " ", 
            SuperscriptBox["\[Sigma]", "2"]}], "+", 
           RowBox[{"4", " ", 
            SuperscriptBox["w", "2"], " ", 
            SuperscriptBox["\[Gamma]", "2"], " ", 
            SuperscriptBox["\[Sigma]", "4"]}], "+", 
           RowBox[{"8", " ", "\[Gamma]", " ", 
            SuperscriptBox["\[Sigma]", "2"], " ", "\[Tau]"}]}]]}], ")"}]}]}], 
     ")"}]}]]}]], "Input",
 CellChangeTimes->{{3.709627086581071*^9, 3.709627091931123*^9}, 
   3.709627487178742*^9, 3.709628136143787*^9, {3.709628409542165*^9, 
   3.7096284117973843`*^9}}],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot3D", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"\[Alpha]mplot", "[", 
      RowBox[{"\[Eta]", ",", "\[Tau]"}], "]"}], ",", 
     RowBox[{"\[Alpha]rowplot", "[", 
      RowBox[{"\[Eta]", ",", "\[Tau]"}], "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"\[Tau]", ",", "0", ",", 
     RowBox[{"0.7", "*", 
      FractionBox["1", "2"], " ", "w", " ", 
      RowBox[{"(", 
       RowBox[{"R", "-", 
        RowBox[{"w", " ", "\[Gamma]", " ", 
         SuperscriptBox["\[Sigma]", "2"]}]}], ")"}]}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"\[Eta]", ",", "0", ",", "1"}], "}"}], ",", 
   RowBox[{"AxesLabel", "\[Rule]", "Automatic"}], ",", " ", 
   RowBox[{"PlotLegends", "\[Rule]", 
    RowBox[{"{", 
     RowBox[{"\"\<\[Alpha]*_m\>\"", ",", "\"\<\[Alpha]*_row\>\""}], "}"}]}]}],
   "]"}]], "Input",
 CellChangeTimes->{{3.696771577461279*^9, 3.6967715931242867`*^9}, 
   3.696777051685987*^9, {3.6967786245095387`*^9, 3.6967786358357477`*^9}, {
   3.6971993917555447`*^9, 3.697199448202114*^9}, {3.697972540429698*^9, 
   3.697972569747613*^9}, {3.697978313976606*^9, 3.697978314720127*^9}, {
   3.6979785388797073`*^9, 3.6979785639672413`*^9}, {3.697978916551405*^9, 
   3.697978941910016*^9}, {3.6979793744616423`*^9, 3.697979374868512*^9}, {
   3.697986884524869*^9, 3.697986907868312*^9}, {3.6979935490635023`*^9, 
   3.697993603982045*^9}, {3.697995039683414*^9, 3.6979950401870537`*^9}, {
   3.6980005291180763`*^9, 3.698000537347785*^9}, {3.69816055318883*^9, 
   3.698160566011154*^9}, {3.709628465607655*^9, 3.709628506844802*^9}}],

Cell[BoxData[
 TemplateBox[{Graphics3DBox[
    GraphicsComplex3DBox[CompressedData["
1:eJx0nQdYTm8bwLMiW7bIKtkjhKgnK4XslZUKCaWlVJL2Xm97aCoUGZHZFP+Q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     "], {{{
        RGBColor[0.880722, 0.611041, 0.142051], 
        EdgeForm[None], 
        Specularity[
         GrayLevel[1], 3], 
        StyleBox[
         GraphicsGroup3DBox[{
           Polygon3DBox[CompressedData["
1:eJwtmWWglkUThh/e97CwS4N0N0gKUhYIgmJ3J9iBXaCA2PrZ3YoiiBKCIqII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            "]], 
           Polygon3DBox[CompressedData["
1:eJwtmmWgVcUahrd7FrPPOSglYICECIiEiC0GigV2XL22Yne3YnttvV67EQtM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            "]], 
           Polygon3DBox[CompressedData["
1:eJwt13WAFVUXAPDH7vJ4j+7ubhAEVBRQykDAxMJG/QywAyRUykZRQFFsRTGw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            "]]}], Lighting -> {{"Ambient", 
            RGBColor[0.30100577, 0.22414668499999998`, 0.090484535]}, {
           "Directional", 
            RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
            ImageScaled[{0, 2, 2}]}, {"Directional", 
            RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
            ImageScaled[{2, 2, 2}]}, {"Directional", 
            RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
            ImageScaled[{2, 0, 2}]}}]}, {
        RGBColor[0.368417, 0.506779, 0.709798], 
        EdgeForm[None], 
        Specularity[
         GrayLevel[1], 3], 
        StyleBox[
         GraphicsGroup3DBox[{
           Polygon3DBox[CompressedData["
1:eJwtmgW4VUUbhe89cpx9Z5uYWIiFEiIpLR3S3SlIiBKCAqKS0oIggkiI3S22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            "]], 
           Polygon3DBox[CompressedData["
1:eJwtmnWgVlUWxd/3vNd772NsR8ceu1vHFhULRVAElBZRsQATcVRsbDFRUVTs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            "]], 
           Polygon3DBox[CompressedData["
1:eJwt2HW4VNUWAPABGbnDVbC7OyilFQUFCaW7G6QvXdLdKR0CCoKiggiCUoKU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            "]]}], 
         Lighting -> {{"Ambient", 
            RGBColor[
            0.19699838300000003`, 0.252204821, 0.33320940200000004`]}, {
           "Directional", 
            RGBColor[
            0.15473514000000002`, 0.21284718000000002`, 0.29811516000000005`], 
            ImageScaled[{0, 2, 2}]}, {"Directional", 
            RGBColor[
            0.15473514000000002`, 0.21284718000000002`, 0.29811516000000005`], 
            ImageScaled[{2, 2, 2}]}, {"Directional", 
            RGBColor[
            0.15473514000000002`, 0.21284718000000002`, 0.29811516000000005`], 
            ImageScaled[{2, 0, 2}]}}]}, {}, {}, {}, {}, {}}, {{
        GrayLevel[0], 
        Line3DBox[CompressedData["
1:eJwt0ktIFVEcwOG/Zg/1mm0lMNpJYLqToLaieC27ppbu3OlCQRGKEMkHVxCR
CGsbQW4lyK0IunWjZeUtTUTC10bLaiN+A8L8+A4zMOfMOXOzszfTkxcRYzpR
Mj7Stk4vRlxj6lLEDV7nbd7iPd5hmnXs4GM+UbfxAJ9xlON8xTd8xxl+4BwX
uMT6yxG/+E+r+q0DNVyI+MQ0P7ORa7zPL3zAr2ziNz7kOjNsVs74Eb+zhT/Y
yg22cTNZN3+yqiBil/+1pT86VM4aV7jMRc7zI2f5nm/5mi+Z5TCfsp996krm
Zjtr2cAa3mUFK1nG8uS5fdjhX5XqWPuazo+4muwjS5K5mOIUiznJIk6wkOPM
6kpytvTaGKFp4gUdbQzRJ8cgbUE8pyuq3dw7/x/OAKFvRY4=
         "]]}, {
        GrayLevel[0], 
        Line3DBox[CompressedData["
1:eJwl0k1IFHEYB+D/7Ie7q5nd9NClSx0FSRHNqNhKFCFSpEio1kwrUFotPOol
PFV4FruLSrfQ6lqEWallH+dOYYKGRPnVM3T48fzed2Z3ZnbnSGHgYn8UQpiW
K4kQ/rKGPy272JoJIafX6r94lVWs5xbnsiFc04/pjfzN66zjST5w/I9e0M/y
NMfstvVuvYOz5ry+q99gN5/andf39R7OuI+i3qJHclPe2I3atelJmfeZXj62
u8C0PLfr4xO79viYOcNbMmvXyXG7HG/LS7tn5st6mdyRt3aXWCohHcKiOeI7
JvieSX5giktMc5klXGGGWfmo5/iJpVxlGT/zAL+wnF+5yXLXvC/fzEM8JIfd
34L5IF/Efx5n4vP9HpP8zkdc5Qhf85Xc1adY4ATb+ZB5jrCWRR6N/wdWctR3
b/Ce62Y5yAppSXkmczNLeI5p5pniGSZ5igk28YREegND/A5xX63jHo9zlzue
e9g1dvQ1fd252/qWXm3/I/r/rv4Dhw5Qlg==
         "]]}, {
        GrayLevel[0.2], 
        Line3DBox[{1534, 1861, 2241, 2689, 1533, 2466, 1756, 1535, 2467, 1757,
          1536, 2468, 1758, 1537, 2469, 1759, 1538, 2470, 1760, 1539, 2471, 
         1761, 1540, 2472, 2242, 2586, 1541, 2473, 1762, 1542, 2474, 1763, 
         1543, 2475, 1764, 1544, 2476, 1765, 1545, 2477, 1766, 1546, 2344, 
         2478, 1767, 1862}], 
        Line3DBox[{1548, 2243, 2587, 1547, 2244, 2588, 1549, 2479, 1768, 1550,
          2480, 1769, 1551, 2481, 1770, 1552, 2482, 1771, 1553, 2483, 1772, 
         1554, 2484, 2245, 2589, 1555, 2246, 2590, 1556, 2485, 1773, 1557, 
         2486, 1774, 1558, 2487, 1775, 1559, 2488, 1776, 1560, 2489, 1777, 
         1561}], 
        Line3DBox[{1563, 2247, 2591, 1562, 2248, 2592, 1564, 2249, 2593, 1565,
          2490, 1778, 1566, 2491, 1779, 1567, 2492, 1780, 1568, 2493, 1781, 
         1569, 2494, 2250, 2594, 1570, 2251, 2595, 1571, 2252, 2596, 1572, 
         2495, 1782, 1573, 2496, 1783, 1574, 2497, 1784, 1575, 2498, 1785, 
         1576}], 
        Line3DBox[{1578, 2253, 2597, 1577, 2254, 2598, 1579, 2255, 2599, 1580,
          2256, 2600, 1581, 2499, 1786, 1582, 2500, 1787, 1583, 2501, 1788, 
         1584, 2502, 2257, 2601, 1585, 2258, 2602, 1586, 2259, 2603, 1587, 
         2260, 2604, 1588, 2503, 1789, 1589, 2504, 1790, 1590, 2505, 1791, 
         1591}], 
        Line3DBox[{1593, 2261, 2605, 1592, 2262, 2606, 1594, 2263, 2607, 1595,
          2264, 2608, 1596, 2265, 2609, 1597, 2506, 1792, 1598, 2507, 1793, 
         1599, 2508, 2266, 2610, 1600, 2267, 2611, 1601, 2268, 2612, 1602, 
         2269, 2613, 1603, 2270, 2614, 1604, 2509, 1794, 1605, 2510, 1795, 
         1606}], 
        Line3DBox[{1608, 2271, 2615, 1607, 2272, 2616, 1609, 2273, 2617, 1610,
          2274, 2618, 1611, 2275, 2619, 1612, 2276, 2620, 1613, 2511, 1796, 
         1614, 2512, 2277, 2621, 1615, 2278, 2622, 1616, 2279, 2623, 1617, 
         2280, 2624, 1618, 2281, 2625, 1619, 2282, 2626, 1620, 2513, 1797, 
         1621}], 
        Line3DBox[{1625, 2514, 1798, 1623, 2515, 1799, 1627, 2516, 1800, 1629,
          2517, 1801, 1631, 2518, 1802, 1633, 2519, 1803, 1635, 2520, 1804, 
         1637, 2522, 2523, 1805, 1639, 2524, 1806, 1641, 2525, 1807, 1643, 
         2526, 1808, 1645, 2527, 1809, 1647, 2528, 1810, 1649, 2529, 1811, 
         1651}], 
        Line3DBox[{1650, 2640, 2296, 1648, 2639, 2295, 1646, 2638, 2294, 1644,
          2637, 2293, 1642, 2636, 2292, 1640, 2635, 2291, 1638, 2634, 2290, 
         2521, 1636, 2633, 2289, 1634, 2632, 2288, 1632, 2631, 2287, 1630, 
         2630, 2286, 1628, 2629, 2285, 1626, 2628, 2284, 1622, 2627, 2283, 
         1624}], 
        Line3DBox[{1653, 2530, 1812, 1652, 2531, 1813, 1654, 2532, 1814, 1655,
          2533, 1815, 1656, 2534, 1816, 1657, 2535, 1817, 1658, 2536, 1818, 
         1659, 2537, 2297, 2641, 1660, 2538, 1819, 1661, 2539, 1820, 1662, 
         2540, 1821, 1663, 2541, 1822, 1664, 2542, 1823, 1665, 2543, 1824, 
         1666}], 
        Line3DBox[{1668, 2298, 2642, 1667, 2544, 1825, 1669, 2545, 1826, 1670,
          2546, 1827, 1671, 2547, 1828, 1672, 2548, 1829, 1673, 2549, 1830, 
         1674, 2550, 2299, 2643, 1675, 2300, 2644, 1676, 2551, 1831, 1677, 
         2552, 1832, 1678, 2553, 1833, 1679, 2554, 1834, 1680, 2555, 1835, 
         1681}], 
        Line3DBox[{1683, 2301, 2645, 1682, 2302, 2646, 1684, 2556, 1836, 1685,
          2557, 1837, 1686, 2558, 1838, 1687, 2559, 1839, 1688, 2560, 1840, 
         1689, 2561, 2303, 2647, 1690, 2304, 2648, 1691, 2305, 2649, 1692, 
         2562, 1841, 1693, 2563, 1842, 1694, 2564, 1843, 1695, 2565, 1844, 
         1696}], 
        Line3DBox[{1698, 2306, 2650, 1697, 2307, 2651, 1699, 2308, 2652, 1700,
          2566, 1845, 1701, 2567, 1846, 1702, 2568, 1847, 1703, 2569, 1848, 
         1704, 2570, 2309, 2653, 1705, 2310, 2654, 1706, 2311, 2655, 1707, 
         2312, 2656, 1708, 2571, 1849, 1709, 2572, 1850, 1710, 2573, 1851, 
         1711}], 
        Line3DBox[{1713, 2313, 2657, 1712, 2314, 2658, 1714, 2315, 2659, 1715,
          2316, 2660, 1716, 2574, 1852, 1717, 2575, 1853, 1718, 2576, 1854, 
         1719, 2577, 2317, 2661, 1720, 2318, 2662, 1721, 2319, 2663, 1722, 
         2320, 2664, 1723, 2321, 2665, 1724, 2578, 1855, 1725, 2579, 1856, 
         1726}], 
        Line3DBox[{1728, 2322, 2666, 1727, 2323, 2667, 1729, 2324, 2668, 1730,
          2325, 2669, 1731, 2326, 2670, 1732, 2580, 1857, 1733, 2581, 1858, 
         1734, 2582, 2327, 2671, 1735, 2328, 2672, 1736, 2329, 2673, 1737, 
         2330, 2674, 1738, 2331, 2675, 1739, 2332, 2676, 1740, 2583, 1859, 
         1741}], 
        Line3DBox[{1755, 1866, 2688, 2345, 1754, 2687, 2343, 1753, 2686, 2342,
          1752, 2685, 2341, 1751, 2684, 2340, 1750, 2683, 2339, 1749, 2682, 
         2338, 2585, 1748, 1860, 2584, 1747, 2681, 2337, 1746, 2680, 2336, 
         1745, 2679, 2335, 1744, 2678, 2334, 1743, 2677, 2333, 1742, 2690, 
         1864, 1863, 1865}], 
        Line3DBox[{1867, 2197, 2216, 2198, 2175, 2238, 2346, 2910, 2174, 2239,
          2240, 2196, 2237, 2915, 2077, 2236, 2232, 2914, 2078, 1868, 2815, 
         2079, 1869, 2816, 2080, 1870, 2817, 2081, 1871, 2818, 2082, 1872, 
         2819, 2347, 2691, 1873, 2820, 2083, 1874, 2821, 2084, 1875, 2822, 
         2085, 1876, 2823, 2086, 1877, 2824, 2087, 1878, 2464, 2911, 2088, 
         2177}], 
        Line3DBox[{607, 534, 2178, 2348, 2692, 1879, 2176, 2349, 2693, 1880, 
         2825, 2089, 1881, 2826, 2090, 1882, 2827, 2091, 1883, 2828, 2092, 
         1884, 2829, 2093, 1885, 2830, 2350, 2694, 1886, 2351, 2695, 1887, 
         2831, 2094, 1888, 2832, 2095, 1889, 2833, 2096, 1890, 2834, 2097, 
         1891, 2835, 2098, 1892}], 
        Line3DBox[{1906, 2106, 2844, 1905, 2105, 2843, 1904, 2104, 2842, 1903,
          2103, 2841, 1902, 2701, 2357, 1901, 2700, 2356, 1900, 2699, 2355, 
         2840, 1899, 2102, 2839, 1898, 2101, 2838, 1897, 2100, 2837, 1896, 
         2099, 2836, 1895, 2698, 2354, 1894, 2697, 2353, 1893, 2696, 2352, 
         2179, 2161, 2217, 2199, 2233}], 
        Line3DBox[{1920, 2112, 2851, 1919, 2111, 2850, 1918, 2110, 2849, 1917,
          2709, 2364, 1916, 2708, 2363, 1915, 2707, 2362, 1914, 2706, 2361, 
         2848, 1913, 2109, 2847, 1912, 2108, 2846, 1911, 2107, 2845, 1910, 
         2705, 2360, 1909, 2704, 2359, 1908, 2703, 2358, 1907, 2702, 479, 572,
          503}], 
        Line3DBox[{1934, 2116, 2856, 1933, 2115, 2855, 1932, 2719, 2373, 1931,
          2718, 2372, 1930, 2717, 2371, 1929, 2716, 2370, 1928, 2715, 2369, 
         2854, 1927, 2114, 2853, 1926, 2113, 2852, 1925, 2714, 2368, 1924, 
         2713, 2367, 1923, 2712, 2366, 1922, 2711, 2365, 1921, 2710, 2163, 
         2180, 2162, 2218, 2200, 2182}], 
        Line3DBox[{1948, 2118, 2859, 1947, 2731, 2384, 1946, 2730, 2383, 1945,
          2729, 2382, 1944, 2728, 2381, 1943, 2727, 2380, 1942, 2726, 2379, 
         2858, 1941, 2117, 2857, 1940, 2725, 2378, 1939, 2724, 2377, 1938, 
         2723, 2376, 1937, 2722, 2375, 1936, 2721, 2374, 1935, 2720, 2165, 
         2181, 2164, 2220, 2201, 2184}], 
        Line3DBox[{1962, 2745, 2397, 1961, 2744, 2396, 1960, 2743, 2395, 1959,
          2742, 2394, 1958, 2741, 2393, 1957, 2740, 2392, 1956, 2739, 2391, 
         2860, 1955, 2738, 2390, 1954, 2737, 2389, 1953, 2736, 2388, 1952, 
         2735, 2387, 1951, 2734, 2386, 1950, 2733, 2385, 1949, 2732, 2166, 
         2183, 2203, 2219, 2202, 2222}], 
        Line3DBox[{1965, 2206, 2223, 2207, 2186, 2398, 2746, 1964, 2861, 2119,
          1967, 2862, 2120, 1969, 2863, 2121, 1971, 2864, 2122, 1973, 2865, 
         2123, 1975, 2866, 2124, 1977, 2867, 2406, 2755, 1979, 2868, 2125, 
         1981, 2869, 2126, 1983, 2870, 2127, 1985, 2871, 2128, 1987, 2872, 
         2129, 1989, 2873, 2130, 1991}], 
        Line3DBox[{1990, 2761, 2412, 1988, 2760, 2411, 1986, 2759, 2410, 1984,
          2758, 2409, 1982, 2757, 2408, 1980, 2756, 2407, 1978, 2754, 2753, 
         2405, 1976, 2752, 2404, 1974, 2751, 2403, 1972, 2750, 2402, 1970, 
         2749, 2401, 1968, 2748, 2400, 1966, 2747, 2399, 1963, 2463, 2912, 
         2185, 2205, 2221, 2204, 2224}], 
        Line3DBox[{1993, 2208, 2225, 2209, 2187, 2413, 2762, 1992, 2414, 2763,
          1994, 2874, 2131, 1995, 2875, 2132, 1996, 2876, 2133, 1997, 2877, 
         2134, 1998, 2878, 2135, 1999, 2879, 2415, 2764, 2000, 2416, 2765, 
         2001, 2880, 2136, 2002, 2881, 2137, 2003, 2882, 2138, 2004, 2883, 
         2139, 2005, 2884, 2140, 2006}], 
        Line3DBox[{2020, 2148, 2893, 2019, 2147, 2892, 2018, 2146, 2891, 2017,
          2145, 2890, 2016, 2771, 2422, 2015, 2770, 2421, 2014, 2769, 2420, 
         2889, 2013, 2144, 2888, 2012, 2143, 2887, 2011, 2142, 2886, 2010, 
         2141, 2885, 2009, 2768, 2419, 2008, 2767, 2418, 2007, 2766, 2417, 
         2188, 2167, 2226, 2210, 2234}], 
        Line3DBox[{2034, 2154, 2900, 2033, 2153, 2899, 2032, 2152, 2898, 2031,
          2779, 2430, 2030, 2778, 2429, 2029, 2777, 2428, 2028, 2776, 2427, 
         2897, 2027, 2151, 2896, 2026, 2150, 2895, 2025, 2149, 2894, 2024, 
         2775, 2426, 2023, 2774, 2425, 2022, 2773, 2424, 2021, 2772, 2423, 
         2189, 2168, 2227, 2211, 2235}], 
        Line3DBox[{2048, 2158, 2905, 2047, 2157, 2904, 2046, 2789, 2439, 2045,
          2788, 2438, 2044, 2787, 2437, 2043, 2786, 2436, 2042, 2785, 2435, 
         2903, 2041, 2156, 2902, 2040, 2155, 2901, 2039, 2784, 2434, 2038, 
         2783, 2433, 2037, 2782, 2432, 2036, 2781, 2431, 2035, 2780, 2170, 
         2190, 2169, 2228, 2212, 2192}], 
        Line3DBox[{2062, 2160, 2908, 2061, 2801, 2450, 2060, 2800, 2449, 2059,
          2799, 2448, 2058, 2798, 2447, 2057, 2797, 2446, 2056, 2796, 2445, 
         2907, 2055, 2159, 2906, 2054, 2795, 2444, 2053, 2794, 2443, 2052, 
         2793, 2442, 2051, 2792, 2441, 2050, 2791, 2440, 2049, 2790, 2172, 
         2191, 2171, 2230, 2213, 2194}], 
        Line3DBox[{2076, 2195, 2913, 2465, 2075, 2814, 2462, 2074, 2813, 2461,
          2073, 2812, 2460, 2072, 2811, 2459, 2071, 2810, 2458, 2070, 2809, 
         2457, 2909, 2069, 2808, 2456, 2068, 2807, 2455, 2067, 2806, 2454, 
         2066, 2805, 2453, 2065, 2804, 2452, 2064, 2803, 2451, 2063, 2802, 
         2173, 2193, 2215, 2229, 2214, 2231}]}, {
        GrayLevel[0.2], 
        Line3DBox[{635, 858, 2466, 636, 2588, 872, 664, 2592, 887, 679, 2598, 
         902, 694, 2606, 917, 709, 2616, 932, 724, 2628, 947, 2515, 739, 962, 
         2531, 754, 977, 2544, 769, 2646, 992, 784, 2651, 1007, 799, 2658, 
         1022, 814, 2667, 1037, 829, 2677, 1052, 844}], 
        Line3DBox[{637, 859, 2467, 638, 873, 2479, 665, 2593, 888, 680, 2599, 
         903, 695, 2607, 918, 710, 2617, 933, 725, 2629, 948, 2516, 740, 963, 
         2532, 755, 978, 2545, 770, 993, 2556, 785, 2652, 1008, 800, 2659, 
         1023, 815, 2668, 1038, 830, 2678, 1053, 845}], 
        Line3DBox[{639, 860, 2468, 640, 874, 2480, 666, 889, 2490, 681, 2600, 
         904, 696, 2608, 919, 711, 2618, 934, 726, 2630, 949, 2517, 741, 964, 
         2533, 756, 979, 2546, 771, 994, 2557, 786, 1009, 2566, 801, 2660, 
         1024, 816, 2669, 1039, 831, 2679, 1054, 846}], 
        Line3DBox[{641, 861, 2469, 642, 875, 2481, 667, 890, 2491, 682, 905, 
         2499, 697, 2609, 920, 712, 2619, 935, 727, 2631, 950, 2518, 742, 965,
          2534, 757, 980, 2547, 772, 995, 2558, 787, 1010, 2567, 802, 1025, 
         2574, 817, 2670, 1040, 832, 2680, 1055, 847}], 
        Line3DBox[{643, 862, 2470, 644, 876, 2482, 668, 891, 2492, 683, 906, 
         2500, 698, 921, 2506, 713, 2620, 936, 728, 2632, 951, 2519, 743, 966,
          2535, 758, 981, 2548, 773, 996, 2559, 788, 1011, 2568, 803, 1026, 
         2575, 818, 1041, 2580, 833, 2681, 1056, 848}], 
        Line3DBox[{645, 863, 2471, 646, 877, 2483, 669, 892, 2493, 684, 907, 
         2501, 699, 922, 2507, 714, 937, 2511, 729, 2633, 952, 2520, 744, 967,
          2536, 759, 982, 2549, 774, 997, 2560, 789, 1012, 2569, 804, 1027, 
         2576, 819, 1042, 2581, 834, 1057, 2584, 849}], 
        Line3DBox[{647, 864, 2472, 649, 878, 2484, 670, 893, 2494, 685, 908, 
         2502, 700, 923, 2508, 715, 938, 2512, 730, 953, 2521, 2522, 745, 968,
          2537, 760, 983, 2550, 775, 998, 2561, 790, 1013, 2570, 805, 1028, 
         2577, 820, 1043, 2582, 835, 1058, 2585, 850}], 
        Line3DBox[{651, 866, 2473, 652, 2590, 880, 672, 2595, 895, 687, 2602, 
         910, 702, 2611, 925, 717, 2622, 940, 732, 2635, 955, 2524, 747, 970, 
         2538, 762, 2644, 985, 777, 2648, 1000, 792, 2654, 1015, 807, 2662, 
         1030, 822, 2672, 1045, 837, 2683, 1060, 852}], 
        Line3DBox[{653, 867, 2474, 654, 881, 2485, 673, 2596, 896, 688, 2603, 
         911, 703, 2612, 926, 718, 2623, 941, 733, 2636, 956, 2525, 748, 971, 
         2539, 763, 986, 2551, 778, 2649, 1001, 793, 2655, 1016, 808, 2663, 
         1031, 823, 2673, 1046, 838, 2684, 1061, 853}], 
        Line3DBox[{655, 868, 2475, 656, 882, 2486, 674, 897, 2495, 689, 2604, 
         912, 704, 2613, 927, 719, 2624, 942, 734, 2637, 957, 2526, 749, 972, 
         2540, 764, 987, 2552, 779, 1002, 2562, 794, 2656, 1017, 809, 2664, 
         1032, 824, 2674, 1047, 839, 2685, 1062, 854}], 
        Line3DBox[{657, 869, 2476, 658, 883, 2487, 675, 898, 2496, 690, 913, 
         2503, 705, 2614, 928, 720, 2625, 943, 735, 2638, 958, 2527, 750, 973,
          2541, 765, 988, 2553, 780, 1003, 2563, 795, 1018, 2571, 810, 2665, 
         1033, 825, 2675, 1048, 840, 2686, 1063, 855}], 
        Line3DBox[{659, 870, 2477, 660, 884, 2488, 676, 899, 2497, 691, 914, 
         2504, 706, 929, 2509, 721, 2626, 944, 736, 2639, 959, 2528, 751, 974,
          2542, 766, 989, 2554, 781, 1004, 2564, 796, 1019, 2572, 811, 1034, 
         2578, 826, 2676, 1049, 841, 2687, 1064, 856}], 
        Line3DBox[{661, 1066, 1067, 2478, 662, 885, 2489, 677, 900, 2498, 692,
          915, 2505, 707, 930, 2510, 722, 945, 2513, 737, 2640, 960, 2529, 
         752, 975, 2543, 767, 990, 2555, 782, 1005, 2565, 797, 1020, 2573, 
         812, 1035, 2579, 827, 1050, 2583, 842, 2688, 1069, 1070, 1071}], 
        Line3DBox[{843, 1051, 2690, 1068, 828, 1036, 2666, 813, 1021, 2657, 
         798, 1006, 2650, 783, 991, 2645, 768, 976, 2642, 753, 2530, 961, 738,
          2514, 946, 2627, 723, 931, 2615, 708, 916, 2605, 693, 901, 2597, 
         678, 886, 2591, 663, 871, 2587, 634, 857, 2689, 1065, 1072}], 
        Line3DBox[{851, 1059, 2682, 836, 1044, 2671, 821, 1029, 2661, 806, 
         1014, 2653, 791, 999, 2647, 776, 984, 2643, 761, 969, 2641, 746, 
         2523, 954, 2634, 731, 939, 2621, 716, 924, 2610, 701, 909, 2601, 686,
          894, 2594, 671, 879, 2589, 650, 865, 2586, 648}], 
        Line3DBox[{1076, 1297, 2815, 1077, 1311, 2826, 1103, 1326, 2836, 1118,
          2705, 1341, 1133, 2713, 1356, 1148, 2723, 1371, 1163, 2735, 1386, 
         1178, 2749, 1401, 2863, 1193, 1416, 2875, 1208, 1431, 2885, 1223, 
         2775, 1446, 1238, 2783, 1461, 1253, 2793, 1476, 1268, 2805, 1491, 
         1283}], 
        Line3DBox[{1078, 1298, 2816, 1079, 1312, 2827, 1104, 1327, 2837, 1119,
          1342, 2845, 1134, 2714, 1357, 1149, 2724, 1372, 1164, 2736, 1387, 
         1179, 2750, 1402, 2864, 1194, 1417, 2876, 1209, 1432, 2886, 1224, 
         1447, 2894, 1239, 2784, 1462, 1254, 2794, 1477, 1269, 2806, 1492, 
         1284}], 
        Line3DBox[{1080, 1299, 2817, 1081, 1313, 2828, 1105, 1328, 2838, 1120,
          1343, 2846, 1135, 1358, 2852, 1150, 2725, 1373, 1165, 2737, 1388, 
         1180, 2751, 1403, 2865, 1195, 1418, 2877, 1210, 1433, 2887, 1225, 
         1448, 2895, 1240, 1463, 2901, 1255, 2795, 1478, 1270, 2807, 1493, 
         1285}], 
        Line3DBox[{1082, 1300, 2818, 1083, 1314, 2829, 1106, 1329, 2839, 1121,
          1344, 2847, 1136, 1359, 2853, 1151, 1374, 2857, 1166, 2738, 1389, 
         1181, 2752, 1404, 2866, 1196, 1419, 2878, 1211, 1434, 2888, 1226, 
         1449, 2896, 1241, 1464, 2902, 1256, 1479, 2906, 1271, 2808, 1494, 
         1286}], 
        Line3DBox[{1084, 1301, 2819, 1086, 1315, 2830, 1107, 1330, 2840, 1122,
          1345, 2848, 1137, 1360, 2854, 1152, 1375, 2858, 1167, 1390, 2860, 
         1182, 2753, 1405, 2867, 1197, 1420, 2879, 1212, 1435, 2889, 1227, 
         1450, 2897, 1242, 1465, 2903, 1257, 1480, 2907, 1272, 1495, 2909, 
         1287}], 
        Line3DBox[{1088, 1303, 2820, 1089, 2695, 1317, 1109, 2700, 1332, 1124,
          2707, 1347, 1139, 2716, 1362, 1154, 2727, 1377, 1169, 2740, 1392, 
         1184, 2756, 1407, 2868, 1199, 2765, 1422, 1214, 2770, 1437, 1229, 
         2777, 1452, 1244, 2786, 1467, 1259, 2797, 1482, 1274, 2810, 1497, 
         1289}], 
        Line3DBox[{1090, 1304, 2821, 1091, 1318, 2831, 1110, 2701, 1333, 1125,
          2708, 1348, 1140, 2717, 1363, 1155, 2728, 1378, 1170, 2741, 1393, 
         1185, 2757, 1408, 2869, 1200, 1423, 2880, 1215, 2771, 1438, 1230, 
         2778, 1453, 1245, 2787, 1468, 1260, 2798, 1483, 1275, 2811, 1498, 
         1290}], 
        Line3DBox[{1092, 1305, 2822, 1093, 1319, 2832, 1111, 1334, 2841, 1126,
          2709, 1349, 1141, 2718, 1364, 1156, 2729, 1379, 1171, 2742, 1394, 
         1186, 2758, 1409, 2870, 1201, 1424, 2881, 1216, 1439, 2890, 1231, 
         2779, 1454, 1246, 2788, 1469, 1261, 2799, 1484, 1276, 2812, 1499, 
         1291}], 
        Line3DBox[{1094, 1306, 2823, 1095, 1320, 2833, 1112, 1335, 2842, 1127,
          1350, 2849, 1142, 2719, 1365, 1157, 2730, 1380, 1172, 2743, 1395, 
         1187, 2759, 1410, 2871, 1202, 1425, 2882, 1217, 1440, 2891, 1232, 
         1455, 2898, 1247, 2789, 1470, 1262, 2800, 1485, 1277, 2813, 1500, 
         1292}], 
        Line3DBox[{1096, 1307, 2824, 1097, 1321, 2834, 1113, 1336, 2843, 1128,
          1351, 2850, 1143, 1366, 2855, 1158, 2731, 1381, 1173, 2744, 1396, 
         1188, 2760, 1411, 2872, 1203, 1426, 2883, 1218, 1441, 2892, 1233, 
         1456, 2899, 1248, 1471, 2904, 1263, 2801, 1486, 1278, 2814, 1501, 
         1293}], 
        Line3DBox[{1098, 1518, 1519, 2911, 1099, 1322, 2835, 1114, 1337, 2844,
          1129, 1352, 2851, 1144, 1367, 2856, 1159, 1382, 2859, 1174, 2745, 
         1397, 1189, 2761, 1412, 2873, 1204, 1427, 2884, 1219, 1442, 2893, 
         1234, 1457, 2900, 1249, 1472, 2905, 1264, 1487, 2908, 1279, 2913, 
         1520, 1521, 1522}], 
        Line3DBox[{1280, 1488, 2802, 1514, 1265, 1473, 2790, 1513, 1250, 1458,
          2780, 1512, 1235, 1443, 2772, 1511, 1220, 1428, 2766, 1510, 1205, 
         1413, 2762, 1509, 1190, 1398, 2746, 1508, 2912, 1175, 1383, 2732, 
         1507, 1160, 1368, 2720, 1506, 1145, 1353, 2710, 1505, 1130, 1338, 
         2702, 1504, 1115, 1323, 2696, 1503, 1100, 1308, 2692, 1502, 1073, 
         1294, 2910, 1531, 1515, 1524, 1523, 1525}], 
        Line3DBox[{1281, 1489, 2803, 1266, 1474, 2791, 1251, 1459, 2781, 1236,
          1444, 2773, 1221, 1429, 2767, 1206, 1414, 2763, 1191, 2861, 1399, 
         2747, 1176, 1384, 2733, 1161, 1369, 2721, 1146, 1354, 2711, 1131, 
         1339, 2703, 1116, 1324, 2697, 1101, 1309, 2693, 1517, 1074, 2915, 
         1295, 1528, 1527, 1530, 1529, 1516}], 
        Line3DBox[{1282, 1490, 2804, 1267, 1475, 2792, 1252, 1460, 2782, 1237,
          1445, 2774, 1222, 1430, 2768, 1207, 2874, 1415, 1192, 2862, 1400, 
         2748, 1177, 1385, 2734, 1162, 1370, 2722, 1147, 1355, 2712, 1132, 
         1340, 2704, 1117, 1325, 2698, 1102, 2825, 1310, 1075, 2914, 1296, 
         1526, 1532}], 
        Line3DBox[{1288, 1496, 2809, 1273, 1481, 2796, 1258, 1466, 2785, 1243,
          1451, 2776, 1228, 1436, 2769, 1213, 1421, 2764, 1198, 1406, 2755, 
         2754, 1183, 1391, 2739, 1168, 1376, 2726, 1153, 1361, 2715, 1138, 
         1346, 2706, 1123, 1331, 2699, 1108, 1316, 2694, 1087, 1302, 2691, 
         1085}]}, {}, {}, {}, {}, {}}}, VertexNormals -> CompressedData["
1:eJzsvXk01V/78E9EpShCg3lMKgoZwqVEIclYNBgKqZCZoswzmWWe5+Ecc4Rt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      "]], Axes -> True, AxesLabel -> {
      FormBox[
       TagBox["\[Tau]", HoldForm], TraditionalForm], 
      FormBox[
       TagBox["\[Eta]", HoldForm], TraditionalForm], 
      FormBox[
       TagBox[
        InterpretationBox[
         StyleBox[
          GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], 
          "CacheGraphics" -> False], 
         Spacer[0]], HoldForm], TraditionalForm]}, BoxRatios -> {1, 1, 0.4}, 
    DisplayFunction -> Identity, FaceGridsStyle -> Automatic, 
    ImageSize -> {428.85076858340966`, 242.8425116373921}, ImageSizeRaw -> 
    Automatic, Method -> {"DefaultBoundaryStyle" -> Directive[
        GrayLevel[0.3]], "RotationControl" -> "Globe"}, 
    PlotRange -> {{0, 0.35467250000000006`}, {0, 1}, {0., 
      0.04457220794290234}}, PlotRangePadding -> {
      Scaled[0.02], 
      Scaled[0.02], 
      Scaled[0.02]}, Ticks -> {Automatic, Automatic, Automatic}, 
    ViewPoint -> {-2.0472731256786, 2.503289287153861, 0.9961001424028042}, 
    ViewVertical -> {0., 0., 1.}],FormBox[
    FormBox[
     TemplateBox[{"\"\[Alpha]*_m\"", "\"\[Alpha]*_row\""}, "SwatchLegend", 
      DisplayFunction -> (FormBox[
        StyleBox[
         StyleBox[
          PaneBox[
           TagBox[
            GridBox[{{
               TagBox[
                GridBox[{{
                   GraphicsBox[
                    InsetBox[
                    Graphics3DBox[
                    SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, 
                    DirectedInfinity[1]}, 
                    PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, 
                    ImagePadding -> 0, {DefaultBaseStyle -> {"Graphics3D", 
                    Directive[
                    EdgeForm[
                    Directive[
                    Opacity[0.3], 
                    GrayLevel[0]]], 
                    PointSize[0.5], 
                    AbsoluteThickness[1.6], 
                    Specularity[
                    GrayLevel[1], 3], 
                    RGBColor[0.880722, 0.611041, 0.142051], 
                    Lighting -> {{"Ambient", 
                    RGBColor[
                    0.30100577, 0.22414668499999998`, 0.090484535]}, {
                    "Directional", 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    ImageScaled[{0, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    ImageScaled[{2, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    ImageScaled[{2, 0, 2}]}}]}, Lighting -> {{"Ambient", 
                    RGBColor[
                    0.30100577, 0.22414668499999998`, 0.090484535]}, {
                    "Directional", 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    ImageScaled[{0, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    ImageScaled[{2, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    ImageScaled[{2, 0, 2}]}}, ImageSize -> {12, 12}, BoxStyle -> 
                    Directive[
                    Opacity[0.3], 
                    GrayLevel[0]]}], Center, Center, 
                    ImageScaled[{1, 1}]], AspectRatio -> Full, 
                    ImageSize -> {12, 12}, PlotRangePadding -> None, 
                    ImagePadding -> Automatic, 
                    BaselinePosition -> (Scaled[0.16666666666666669`] -> 
                    Baseline)], #}, {
                   GraphicsBox[
                    InsetBox[
                    Graphics3DBox[
                    SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, 
                    DirectedInfinity[1]}, 
                    PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, 
                    ImagePadding -> 0, {DefaultBaseStyle -> {"Graphics3D", 
                    Directive[
                    EdgeForm[
                    Directive[
                    Opacity[0.3], 
                    GrayLevel[0]]], 
                    PointSize[0.5], 
                    AbsoluteThickness[1.6], 
                    Specularity[
                    GrayLevel[1], 3], 
                    RGBColor[0.368417, 0.506779, 0.709798], 
                    Lighting -> {{"Ambient", 
                    RGBColor[
                    0.19699838300000003`, 0.252204821, 
                    0.33320940200000004`]}, {"Directional", 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    ImageScaled[{0, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    ImageScaled[{2, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    ImageScaled[{2, 0, 2}]}}]}, Lighting -> {{"Ambient", 
                    RGBColor[
                    0.19699838300000003`, 0.252204821, 
                    0.33320940200000004`]}, {"Directional", 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    ImageScaled[{0, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    ImageScaled[{2, 2, 2}]}, {"Directional", 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    ImageScaled[{2, 0, 2}]}}, ImageSize -> {12, 12}, BoxStyle -> 
                    Directive[
                    Opacity[0.3], 
                    GrayLevel[0]]}], Center, Center, 
                    ImageScaled[{1, 1}]], AspectRatio -> Full, 
                    ImageSize -> {12, 12}, PlotRangePadding -> None, 
                    ImagePadding -> Automatic, 
                    BaselinePosition -> (Scaled[0.16666666666666669`] -> 
                    Baseline)], #2}}, 
                 GridBoxAlignment -> {
                  "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, 
                 AutoDelete -> False, 
                 GridBoxDividers -> {
                  "Columns" -> {{False}}, "Rows" -> {{False}}}, 
                 GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
                  GridBoxSpacings -> {
                  "Columns" -> {{0.5}}, "Rows" -> {{0.5}}}], "Grid"]}}, 
             GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
             AutoDelete -> False, 
             GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], 
            "Grid"], Alignment -> Left, AppearanceElements -> None, 
           ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> 
           "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
         FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> 
         False], TraditionalForm]& ), 
      InterpretationFunction :> (RowBox[{"SwatchLegend", "[", 
         RowBox[{
           RowBox[{"{", 
             RowBox[{
               RowBox[{"Directive", "[", 
                 RowBox[{
                   RowBox[{"Specularity", "[", 
                    RowBox[{
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    GrayLevel[1], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> GrayLevel[0.6666666666666666], 
                    FrameTicks -> None, PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], "GrayLevel[1]"], 
                    Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    GrayLevel[1]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["GrayLevelColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    GrayLevel[1], Editable -> False, Selectable -> False], 
                    ",", "3"}], "]"}], ",", 
                   InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[0.880722, 0.611041, 0.142051], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[
                    0.587148, 0.40736066666666665`, 0.09470066666666668], 
                    FrameTicks -> None, PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{
                    Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.880722, 0.611041, 0.142051]"], Appearance -> 
                    None, BaseStyle -> {}, BaselinePosition -> Baseline, 
                    DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.880722, 0.611041, 0.142051]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
                     Selectable -> False], ",", 
                   RowBox[{"Lighting", "\[Rule]", 
                    RowBox[{"{", 
                    RowBox[{
                    RowBox[{"{", 
                    RowBox[{"\"Ambient\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[0.30100577, 0.22414668499999998`, 0.090484535], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.20067051333333336`, 0.14943112333333333`, 
                    0.06032302333333334], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.30100577, 0.22414668499999998, 0.090484535]"],
                     Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.30100577, 0.22414668499999998`, 0.090484535]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[0.30100577, 0.22414668499999998`, 0.090484535], 
                    Editable -> False, Selectable -> False]}], "}"}], ",", 
                    RowBox[{"{", 
                    RowBox[{"\"Directional\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.17614440000000003`, 0.12220819999999999`, 
                    0.028410200000000007`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.2642166, 0.18331229999999998, \
0.04261530000000001]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.2642166, 0.18331229999999998`, 
                    0.04261530000000001]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    Editable -> False, Selectable -> False], ",", 
                    RowBox[{"ImageScaled", "[", 
                    RowBox[{"{", 
                    RowBox[{"0", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], 
                    ",", 
                    RowBox[{"{", 
                    RowBox[{"\"Directional\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.17614440000000003`, 0.12220819999999999`, 
                    0.028410200000000007`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.2642166, 0.18331229999999998, \
0.04261530000000001]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.2642166, 0.18331229999999998`, 
                    0.04261530000000001]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    Editable -> False, Selectable -> False], ",", 
                    RowBox[{"ImageScaled", "[", 
                    RowBox[{"{", 
                    RowBox[{"2", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], 
                    ",", 
                    RowBox[{"{", 
                    RowBox[{"\"Directional\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.17614440000000003`, 0.12220819999999999`, 
                    0.028410200000000007`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.2642166, 0.18331229999999998, \
0.04261530000000001]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.2642166, 0.18331229999999998`, 
                    0.04261530000000001]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.2642166, 0.18331229999999998`, 0.04261530000000001], 
                    Editable -> False, Selectable -> False], ",", 
                    RowBox[{"ImageScaled", "[", 
                    RowBox[{"{", 
                    RowBox[{"2", ",", "0", ",", "2"}], "}"}], "]"}]}], 
                    "}"}]}], "}"}]}]}], "]"}], ",", 
               RowBox[{"Directive", "[", 
                 RowBox[{
                   RowBox[{"Specularity", "[", 
                    RowBox[{
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    GrayLevel[1], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> GrayLevel[0.6666666666666666], 
                    FrameTicks -> None, PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], "GrayLevel[1]"], 
                    Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    GrayLevel[1]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["GrayLevelColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    GrayLevel[1], Editable -> False, Selectable -> False], 
                    ",", "3"}], "]"}], ",", 
                   InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[0.368417, 0.506779, 0.709798], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[
                    0.24561133333333335`, 0.3378526666666667, 
                    0.4731986666666667], FrameTicks -> None, PlotRangePadding -> 
                    None, ImageSize -> 
                    Dynamic[{
                    Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.368417, 0.506779, 0.709798]"], Appearance -> 
                    None, BaseStyle -> {}, BaselinePosition -> Baseline, 
                    DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.368417, 0.506779, 0.709798]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
                     Selectable -> False], ",", 
                   RowBox[{"Lighting", "\[Rule]", 
                    RowBox[{"{", 
                    RowBox[{
                    RowBox[{"{", 
                    RowBox[{"\"Ambient\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.19699838300000003`, 0.252204821, 0.33320940200000004`], 
                    
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.13133225533333337`, 0.16813654733333336`, 
                    0.22213960133333338`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.19699838300000003, 0.252204821, \
0.33320940200000004]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.19699838300000003`, 0.252204821, 
                    0.33320940200000004`]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.19699838300000003`, 0.252204821, 0.33320940200000004`], 
                    Editable -> False, Selectable -> False]}], "}"}], ",", 
                    RowBox[{"{", 
                    RowBox[{"\"Directional\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.10315676000000001`, 0.14189812000000002`, 
                    0.19874344000000005`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.15473514000000002, 0.21284718000000002, \
0.29811516000000005]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], Editable -> False, Selectable -> 
                    False], ",", 
                    RowBox[{"ImageScaled", "[", 
                    RowBox[{"{", 
                    RowBox[{"0", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], 
                    ",", 
                    RowBox[{"{", 
                    RowBox[{"\"Directional\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.10315676000000001`, 0.14189812000000002`, 
                    0.19874344000000005`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.15473514000000002, 0.21284718000000002, \
0.29811516000000005]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], Editable -> False, Selectable -> 
                    False], ",", 
                    RowBox[{"ImageScaled", "[", 
                    RowBox[{"{", 
                    RowBox[{"2", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], 
                    ",", 
                    RowBox[{"{", 
                    RowBox[{"\"Directional\"", ",", 
                    InterpretationBox[
                    ButtonBox[
                    TooltipBox[
                    GraphicsBox[{{
                    GrayLevel[0], 
                    RectangleBox[{0, 0}]}, {
                    GrayLevel[0], 
                    RectangleBox[{1, -1}]}, {
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], 
                    RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> 
                    True, FrameStyle -> 
                    RGBColor[0.10315676000000001`, 0.14189812000000002`, 
                    0.19874344000000005`], FrameTicks -> None, 
                    PlotRangePadding -> None, ImageSize -> 
                    Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/
                    AbsoluteCurrentValue[Magnification]}]], 
                    "RGBColor[0.15473514000000002, 0.21284718000000002, \
0.29811516000000005]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> 
                    Baseline, DefaultBaseStyle -> {}, ButtonFunction :> 
                    With[{Typeset`box$ = EvaluationBox[]}, 
                    If[
                    Not[
                    AbsoluteCurrentValue["Deployed"]], 
                    SelectionMove[Typeset`box$, All, Expression]; 
                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
                    FrontEnd`Private`$ColorSelectorInitialColor = 
                    RGBColor[0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`]; 
                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
                    MathLink`CallFrontEnd[
                    FrontEnd`AttachCell[Typeset`box$, 
                    FrontEndResource["RGBColorValueSelector"], {
                    0, {Left, Bottom}}, {Left, Top}, 
                    "ClosingActions" -> {
                    "SelectionDeparture", "ParentChanged", 
                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
                    Automatic, Method -> "Preemptive"], 
                    RGBColor[
                    0.15473514000000002`, 0.21284718000000002`, 
                    0.29811516000000005`], Editable -> False, Selectable -> 
                    False], ",", 
                    RowBox[{"ImageScaled", "[", 
                    RowBox[{"{", 
                    RowBox[{"2", ",", "0", ",", "2"}], "}"}], "]"}]}], 
                    "}"}]}], "}"}]}]}], "]"}]}], "}"}], ",", 
           RowBox[{"{", 
             RowBox[{#, ",", #2}], "}"}], ",", 
           RowBox[{"LegendMarkers", "\[Rule]", 
             Graphics3DBox[
              SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, 
                DirectedInfinity[1]}, 
              PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, ImagePadding -> 
              0]}], ",", 
           RowBox[{"LabelStyle", "\[Rule]", 
             RowBox[{"{", "}"}]}], ",", 
           RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}], ",", 
           RowBox[{"LegendMarkerSize", "\[Rule]", "12"}]}], "]"}]& ), 
      Editable -> True], TraditionalForm], TraditionalForm]},
  "Legended",
  DisplayFunction->(GridBox[{{
      TagBox[
       ItemBox[
        PaneBox[
         TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, 
         BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], 
       "SkipImageSizeLevel"], 
      ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, 
    GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, 
    AutoDelete -> False, GridBoxItemSize -> Automatic, 
    BaselinePosition -> {1, 1}]& ),
  Editable->True,
  InterpretationFunction->(RowBox[{"Legended", "[", 
     RowBox[{#, ",", 
       RowBox[{"Placed", "[", 
         RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
 CellChangeTimes->{
  3.6967715940037107`*^9, {3.696776319993527*^9, 3.696776337730646*^9}, 
   3.6967765652983723`*^9, 3.696776660042111*^9, 3.696777052595828*^9, 
   3.696777377848175*^9, {3.69677811237671*^9, 3.696778135443022*^9}, 
   3.696778260397159*^9, {3.6967786031207333`*^9, 3.696778636571313*^9}, 
   3.69677891374975*^9, {3.6971993647822657`*^9, 3.697199393910668*^9}, 
   3.697199449840769*^9, {3.6979725192108088`*^9, 3.697972570422482*^9}, {
   3.697978305806985*^9, 3.6979783155407267`*^9}, 3.6979783980494843`*^9, 
   3.697978505213962*^9, {3.697978540566214*^9, 3.697978582646741*^9}, 
   3.697978649164769*^9, 3.697978735000886*^9, 3.697978796706811*^9, 
   3.6979788777916117`*^9, {3.6979789177645493`*^9, 3.697978942574848*^9}, 
   3.697979084583086*^9, {3.697979173324051*^9, 3.697979202037386*^9}, 
   3.697979317329134*^9, {3.697979361558013*^9, 3.697979375641563*^9}, 
   3.69798101142865*^9, {3.697986876995246*^9, 3.697986908664947*^9}, 
   3.697987045384399*^9, 3.6979921314519367`*^9, 3.697992238328849*^9, {
   3.6979935373373423`*^9, 3.697993604691906*^9}, {3.697995034106186*^9, 
   3.697995041007903*^9}, {3.6979954355245028`*^9, 3.697995449111004*^9}, 
   3.6979955828191767`*^9, 3.697995811841432*^9, 3.6979959510069113`*^9, 
   3.697996723873022*^9, 3.6979971938542557`*^9, 3.6979975917395887`*^9, 
   3.697997988633347*^9, 3.697998260523985*^9, 3.697998328267448*^9, 
   3.697998676674428*^9, 3.697999075616014*^9, {3.6980005167050467`*^9, 
   3.698000538029882*^9}, 3.698000619737529*^9, {3.698160550153305*^9, 
   3.6981605671509237`*^9}, 3.709626858543277*^9, {3.709628495374627*^9, 
   3.709628508057447*^9}, 3.709628611711006*^9}]
}, Open  ]]
},
WindowSize->{1655, 1305},
WindowMargins->{{-2502, Automatic}, {Automatic, 0}},
Magnification->2.,
FrontEndVersion->"10.3 for Mac OS X x86 (32-bit, 64-bit Kernel) (December 10, \
2015)",
StyleDefinitions->"Default.nb"
]
(* End of Notebook Content *)

(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[558, 20, 1319, 41, 288, "Input"],
Cell[1880, 63, 3924, 98, 332, "Input"],
Cell[5807, 163, 2505, 66, 198, "Input"],
Cell[CellGroupData[{
Cell[8337, 233, 1587, 33, 148, "Input"],
Cell[9927, 268, 186545, 3149, 574, "Output"]
}, Open  ]]
}
]
*)

